In addition to Theorem REF , the computations in Table REF  support our volume conjecture. Each row gives the normalized log of the modulus of the toroidal colored Jones polynomial of a certain link, at the relevant root of unity, for different values of \(n\) . The first four rows are genus one virtual knots in Green's table [1]}—each of these corresponds to a knot in \(T^2 \times I\)  [2]} with volume computed in [3]}. In the fifth and sixth rows, \(B\)  and \(\ell \)  refer respectively to the virtual 2-braid and triaxial weave shown in Figure REF . (The geometry of \(\ell \)  is discussed in [4]}.) Finally, \(v_\text{tet} \approx 1.0149\)  is the volume of the regular ideal hyperbolic tetrahedron.
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